You are constructing a mobile out of 5 identical toy helicopters, each of mass m = 29.9 g. 4 identical sticks (each length /= 20.6 cm, and negligible mass), and thin string of negligible mass. The distance from the left-hand side of each stick to the attachment point of the sting supporting it are x through x4 respectively, as shown in the diagram. The tensions in the supporting strings are 7; through T4 as shown. You want to design the mobile so that it is in static equilibrium. T 13% Part (a) Find the tension in Newtons in the string T. T = sin() cotan() cos tan I (7 89 HOME asin() acos( E 4 5 160 atan() acotan cosh() tanh) sinh() cotanh() Degrees Radians 1 2 0 3 EDD NO BACKSPACE CLEAR Submit Hint Feedback I give up! Hints: 1% deduction per hint. Hints remaining: A13% Part (b) Find the tension in Newtons in the string T- 13% Part (c) Find the tension in Newtons in the string T3. A 13% Part (d) Find the tension in Newtons in the string T4 A 13% Part (e) Find the distance xy, in centimeters. A 13% Part (1) Find the distance x2, in centimeters. 13% Part (g) Find the distance x3, in centimeters. 13% Part (h) Find the distance x4, in centimeters. Feedback: 2% deduction per feedback. T+ 34 T 71